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<text transform="matrix(1 0 0 1 274.1357 28.7061)"><tspan x="0" y="0" class="st2 st3 st4">Mp XI</tspan><tspan x="19.2" y="0" class="st2 st3 st4">V</tspan><tspan x="22.8" y="0" class="st2 st3 st4">, S. 420</tspan></text>
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<text transform="matrix(1 0 0 1 333.127 520.3857)"><tspan x="0" y="0" class="st2 st3 st6">• Heftblatt, beidseitig liniiert, </tspan><tspan x="56.7" y="0" class="st2 st3 st6">r</tspan><tspan x="58.1" y="0" class="st2 st3 st6">echte Seite. Ecken leicht abgerundet; Bs Paginierung </tspan></text>
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<text transform="matrix(1 0 0 1 333.127 526.3809)"><tspan x="0" y="0" class="st2 st3 st6">oben </tspan><tspan x="11" y="0" class="st2 st3 st6">r</tspan><tspan x="12.4" y="0" class="st2 st3 st6">echts: 420</tspan></text>
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<text transform="matrix(1 0 0 1 333.127 556.3545)"><tspan x="0" y="0" class="st2 st8 st6">V</tspan><tspan x="2.8" y="0" class="st2 st8 st6">s</tspan><tspan x="4.5" y="0" class="st2 st8 st6"> </tspan><tspan x="5.7" y="0" class="st2 st8 st6">W</tspan><tspan x="10" y="0" class="st2 st8 st6"> </tspan><tspan x="11.2" y="0" class="st2 st8 st6">I</tspan><tspan x="12.2" y="0" class="st2 st8 st6"> </tspan><tspan x="13.4" y="0" class="st2 st8 st6">8,</tspan><tspan x="17.2" y="0" class="st2 st8 st6"> </tspan><tspan x="18.4" y="0" class="st2 st8 st6">2</tspan><tspan x="20.9" y="0" class="st2 st8 st6">2</tspan><tspan x="23.4" y="0" class="st2 st8 st6"> </tspan><tspan x="24.6" y="0" class="st2 st8 st6">(=Vs</tspan><tspan x="33.1" y="0" class="st2 st8 st6"> </tspan><tspan x="34.4" y="0" class="st2 st8 st6">MA</tspan><tspan x="41.4" y="0" class="st2 st8 st6"> </tspan><tspan x="42.6" y="0" class="st2 st8 st6">II</tspan><tspan x="44.7" y="0" class="st2 st8 st6"> </tspan><tspan x="45.9" y="0" class="st2 st8 st6">V</tspan><tspan x="48.4" y="0" class="st2 st8 st6">or</tspan><tspan x="52.5" y="0" class="st2 st8 st6">rede</tspan><tspan x="61.1" y="0" class="st2 st8 st6"> </tspan><tspan x="62.3" y="0" class="st2 st8 st6">2)</tspan><tspan x="66.1" y="0" class="st2 st8 st6"> </tspan><tspan x="67.3" y="0" class="st2 st8 st6">und</tspan><tspan x="74.9" y="0" class="st2 st8 st6"> </tspan><tspan x="76.1" y="0" class="st2 st8 st6">W</tspan><tspan x="80.4" y="0" class="st2 st8 st6"> </tspan><tspan x="81.6" y="0" class="st2 st8 st6">I</tspan><tspan x="82.6" y="0" class="st2 st8 st6"> </tspan><tspan x="83.8" y="0" class="st2 st8 st6">8</tspan><tspan x="86.3" y="0" class="st2 st8 st6"> </tspan><tspan x="87.6" y="0" class="st2 st8 st6">2</tspan><tspan x="90.1" y="0" class="st2 st8 st6">4</tspan><tspan x="92.6" y="0" class="st2 st8 st6"> </tspan><tspan x="93.9" y="0" class="st2 st8 st6">(=</tspan><tspan x="97.9" y="0" class="st2 st8 st6">V</tspan></text>
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<text transform="matrix(1 0 0 1 333.127 568.3447)"><tspan x="0" y="0" class="st2 st8 st6">S</tspan><tspan x="2.3" y="0" class="st2 st8 st6">.</tspan><tspan x="3.5" y="0" class="st2 st8 st6"> </tspan><tspan x="4.7" y="0" class="st2 st8 st6">8,18ff.</tspan></text>
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<text transform="matrix(1 0 0 1 142.0288 419.3311)"><tspan x="0" y="0" class="st2 st18 st4">W</tspan><tspan x="6.4" y="0" class="st2 st18 st4">a</tspan><tspan x="9.6" y="0" class="st2 st18 st4">n</tspan><tspan x="13.5" y="0" class="st2 st18 st4">d</tspan><tspan x="17.3" y="0" class="st2 st18 st4">e</tspan><tspan x="20.7" y="0" class="st2 st18 st4">r</tspan><tspan x="23.2" y="0" class="st2 st18 st4">e</tspan><tspan x="26.5" y="0" class="st2 st18 st4">r</tspan><tspan x="29" y="0" class="st2 st18 st4">s</tspan><tspan x="31.7" y="0" class="st2 st18 st4"> </tspan><tspan x="33.9" y="0" class="st2 st18 st4">un</tspan><tspan x="41.8" y="0" class="st2 st18 st4">d</tspan></text>
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<text transform="matrix(1 0 0 1 187.6055 419.3311)"><tspan x="0" y="0" class="st2 st18 st19">m</tspan><tspan x="4.1" y="0" class="st2 st18 st19">i</tspan><tspan x="5.4" y="0" class="st2 st18 st19">t</tspan></text>
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<text transform="matrix(1 0 0 1 194.561 419.3311)"><tspan x="0" y="0" class="st2 st18 st4"> </tspan><tspan x="2.3" y="0" class="st2 st18 st4">seine</tspan><tspan x="17.4" y="0" class="st2 st18 st4">m</tspan></text>
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<text transform="matrix(1 0 0 1 217.7759 419.3311)" class="st2 st18 st19">s</text>
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<text transform="matrix(1 0 0 1 219.6436 419.3311)"><tspan x="0" y="0" class="st2 st18 st4"> </tspan><tspan x="2.3" y="0" class="st2 st18 st4">S</tspan><tspan x="5.8" y="0" class="st2 st18 st4">c</tspan><tspan x="9" y="0" class="st2 st18 st4">h</tspan><tspan x="12.9" y="0" class="st2 st18 st4">a</tspan><tspan x="16.1" y="0" class="st2 st18 st4">ttens</tspan><tspan x="30.5" y="0" class="st2 st18 st4"> </tspan><tspan x="32.8" y="0" class="st2 st18 st4">kling</tspan><tspan x="47.3" y="0" class="st2 st18 st4">t</tspan></text>
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<text transform="matrix(1 0 0 1 426.2744 419.3311)"><tspan x="0" y="0" class="st2 st18 st4">g</tspan><tspan x="3.3" y="0" class="st2 st18 st4">e</tspan></text>
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<text transform="matrix(1 0 0 1 432.9697 419.3311)" class="st2 st21 st4">-</text>
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<text transform="matrix(1 0 0 1 354.7559 432.5947)"><tspan x="0" y="0" class="st2 st18 st4">st</tspan><tspan x="4.9" y="0" class="st2 st18 st4">r</tspan><tspan x="7.4" y="0" class="st2 st18 st4">itten</tspan><tspan x="21" y="0" class="st2 st18 st4"> </tspan><tspan x="23.2" y="0" class="st2 st18 st4">w</tspan><tspan x="28.8" y="0" class="st2 st18 st4">e</tspan><tspan x="32.2" y="0" class="st2 st18 st4">rd</tspan><tspan x="38.4" y="0" class="st2 st18 st4">en</tspan><tspan x="45.7" y="0" class="st2 st18 st4"> </tspan><tspan x="48" y="0" class="st2 st18 st4">d</tspan><tspan x="51.7" y="0" class="st2 st18 st4">ü</tspan><tspan x="55.6" y="0" class="st2 st18 st4">r</tspan><tspan x="58.2" y="0" class="st2 st18 st4">fte</tspan><tspan x="65.7" y="0" class="st2 st18 st4"> </tspan><tspan x="67" y="0" class="st2 st18 st4">.</tspan><tspan x="69.4" y="0" class="st2 st18 st4">.</tspan></text>
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